Abstract
In this paper we introduce the class of slightly m-continuous fuzzy multifunctions, which is a generalization of the concept called a slightly m-continuous multifunction introduced by Valeriu Popa and Takashi Noiri in the general topology ([7]). At the same time we introduce the concept of fuzzy generalized multifunction and we investigate the properties.
Cuvinte cheie
minimal structure
fuzzy topological space
fuzzy multifunction
slightly m-continuous
upper/lower slightly m-continuous fuzzy multifunction
fuzzy extremely disconnected space
upper/lower weakly fuzzy multifunction
fuzzy generalized multifunction